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ISAR Imaging of Targets With Complex Motion Based on Discrete Chirp Fourier Transform for Cubic Chirps

机译:基于离散线性调频傅立叶变换的三次线性调频目标的ISAR成像

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In inverse synthetic aperture radar (ISAR) imaging of targets with complex motion such as the high maneuvering airplanes and fluctuating ships with oceanic waves, the azimuth echo signals can be modeled with cubic chirps after translational motion compensation, and then, the azimuth focusing quality will be deteriorated by the time-varying chirp rate. In this paper, a parameter estimation method of cubic chirps is proposed based on the discrete chirp Fourier transform (DCFT), which is generated from DCFT for quadratic chirps. Several properties of DCFT for cubic chirps are derived, and we show that the modified DCFT (MDCFT) is more appropriate to deal with the practical applications (e.g., ISAR imaging) than the original DCFT. Therefore, we put forward the imaging algorithm based on MDCFT, and then, simulation results confirm the validity of the proposed algorithm.
机译:在具有复杂运动的目标(例如,机动性高的飞机和有海浪的起伏船舶)的逆合成孔径雷达(ISAR)成像中,可以在平移运动补偿后使用三次chi对方位角回波信号进行建模,然后,方位角聚焦质量将达到随时间变化的chi率而恶化。本文提出了一种基于离散线性调频傅立叶变换(DCFT)的三次线性调频参数估计方法,该离散傅立叶变换由DCFT生成,用于二次线性调频。推导了立方chi的DCFT的几个属性,我们证明了与原始DCFT相比,改进的DCFT(MDCFT)更适合处理实际应用(例如ISAR成像)。因此,我们提出了基于MDCFT的成像算法,然后仿真结果验证了该算法的有效性。

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